In the Argand plane, the conjugate of z is what?
AReflection in the real axis
BRotation by 90° about the origin
CReflection in the line y = x
DReflection in the imaginary axis
Answer & Solution
Correct answer: A. Reflection in the real axis
The points (x, y) and (x, −y) are mirror images across the real axis.
Keep practising Complex Numbers and Quadratic Equations
Browse all Complex Numbers and Quadratic Equations questions for AP EAMCET, or explore more Mathematics topics.
Related questions
If x is real and |x + 3i| = 5, which values can x take?Which property explains why (2 + 3i)(1 − i) equals (1 − i)(2 + 3i)?Because complex numbers obey the usual associative, commutative and distributive laws, whaWhat is the real part of the reciprocal of a + ib (not both zero)?If z = −z̄ for a complex number z, which statement is correct?If a complex number z equals its own conjugate, what kind of number is z?For z = a + ib, the sum z + z̄ equals what?Taking the conjugate of the conjugate of z gives which result?